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Balls have the worts best Sobolev inequalities part II : variants and extensions
F. Maggi and C. Villani
This texte is available online for free at the request of the author and with his kind permission.
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Decrease of the fisher information for the Landau equation with Maxwellian molecules by C. Villani
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A short proof of the «concavity of entropy power» de C. Villani
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On the Boltzmann equation for long-range interactions by R. Alexandre and C. Villani
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On a variant of Korn’s inequality arising in statistical mechanics by L. Desvillettes and C. Villani
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Cercignani’s conjecture is sometimes true ans always almost true by C. Villani
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Balls have the worst best Sobolev inequalities part I by F. Maggi and C. Villani
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Hamilton-Jacobi semigroup on length spaces and applications by J. Lott and C. Villani
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Strong displacement convexity on Riemannian Manifolds by A. Figalli and C. Villani
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Regularity of optimal transport in curved geometry : the nonfocal case by G. Loeper and C. Villani
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On the Ma-Trudinger-Wang curvature on surfaces by A. Figalli, L. Rifford and C. Villani
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Limites hydrodynamiques de l’équation by Boltzmann de C. Villani
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Optimal transportation, dissipative pde’s and functional inequalities by C. Villani
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